a charged particle is moving parallel to a magnetic field line the magnetic force on the particle is??
Anonymous:
ZERO
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Answered by
41
Hola User______________
Here is Your Answer..!!!
_______________________
↪⭐Actually welcome to the concept of the Magnetic effect of the current..
↪Basically the magnetic force is given as ..
↪F = q v b sin⊙
↪since now the particle is moving parallel to the magnetic field lines thus the velocity is parallel to the magnetic field thus the Angle that is ⊙ = 0°
↪since substituting we get as ..
↪⭐since we know that Sine(0°) = 0
↪Fb = q v b sin (0°)
↪So eventually we get the M@gent!C force i$ ZERO
_________________________
hope it helps u...☺
Here is Your Answer..!!!
_______________________
↪⭐Actually welcome to the concept of the Magnetic effect of the current..
↪Basically the magnetic force is given as ..
↪F = q v b sin⊙
↪since now the particle is moving parallel to the magnetic field lines thus the velocity is parallel to the magnetic field thus the Angle that is ⊙ = 0°
↪since substituting we get as ..
↪⭐since we know that Sine(0°) = 0
↪Fb = q v b sin (0°)
↪So eventually we get the M@gent!C force i$ ZERO
_________________________
hope it helps u...☺
Answered by
28
As we know force = q ( V× B)
= q VB sina where a is angle between velocity and magnetic field vector
As charged particle q is moving parallel to a magneticfield
so angle a becomes 0
then sin a= 0
So force becomes zero
So the magnetic force on the particle is 0
✌✌✌Dhruv✌✌✌✌
= q VB sina where a is angle between velocity and magnetic field vector
As charged particle q is moving parallel to a magneticfield
so angle a becomes 0
then sin a= 0
So force becomes zero
So the magnetic force on the particle is 0
✌✌✌Dhruv✌✌✌✌
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